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Passages similar to: Secret Teachings of All Ages — Pythagorean Mathematics
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Western Esoteric
Secret Teachings of All Ages
Pythagorean Mathematics (87)
Another peculiarity of the evenly-odd numbers is that if the divisor be odd the quotient is always even, and if the divisor be even the quotient is always odd. For example: if 18 be divided by 2 (an even divisor) the quotient is 9 (an odd number); if 18 be divided by 3 (an odd divisor) the quotient is 6 (an even number).
Christian Mysticism
Chapter XI: The Mystical Meanings in the Proportions of Numbers, Geometrical Ratios, and Music. (4)
On another principle, 120 is a triangular number, and consists of the equality of the number 64, [which consists of eight of the odd numbers...
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